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{{ inline_image(path="representative_image.png", width=600, alt="Representative Image", side="right", caption="Reconstruction of a Beehive using our method.") }}
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Neural shape representation generally refers to representing 3D geometry using neural networks, e.g., computing a signed distance or occupancy value at a specific spatial position.
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In this paper we present a neural-network architecture suitable for accurate encoding of 3D shapes in a single forward pass.
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Our architecture is based on a multi-scale hybrid system incorporating graph-based and voxel-based components, as well as a continuously differentiable decoder.
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## :scroll: BibTeX
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```bibtex
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@misc{jeskeHYVEHybridVertex2024,
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@article{jeskeHYVEHybridVertex2026,
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title = {{{HYVE}}: {{Hybrid Vertex Encoder}} for {{Neural Distance Fields}}},
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author = {Jeske, Stefan Rhys and Klein, Jonathan and Michels, Dominik L. and Bender, Jan},
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year = 2024,
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month = aug,
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number = {arXiv:2310.06644},
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eprint = {2310.06644},
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primaryclass = {cs},
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doi = {10.48550/arXiv.2310.06644},
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shorttitle = {{{HYVE}}},
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author = {Jeske, Stefan R. and Klein, Jonathan and Michels, Dominik and Bender, Jan},
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year = 2026,
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journal = {IEEE Transactions on Visualization and Computer Graphics},
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